SEMINARIO DE ANÁLISIS Y APLICACIONES

Viernes, 30 de mayo de 2025,

11:30 - 12:30, Aula 520, departamento de Matemáticas

Javier Minguillón

Universidad Autónoma de Madrid

Almost Everywhere Convergence Along
Tangential Curves for the Schrödinger Equation

Resumen:
The almost everywhere convergence to the initial datum for the Linear Schr ¨ odinger
Equation was resolved (up to the endpoint) through a decades-long process involving
contributions from many researchers. While significant progress has been made
in recent years regarding tangential convergence, several questions remain open.
In this talk, we revisit some of the most relevant results concerning both non-tangential
and tangential convergence. Additionally, we present an overview of a relatively simple
proof of tangential convergence along  -Hölder curves for 1=2     1.

ICMAT CSIC-UAM-UC3M-UCM
Departamento de Matemáticas. U.A.M.
Proyecto CEX2019-000904-S financiado por MCIN/ AEI/10.13039/501100011033.